If the faces of a cube 1,2,3,4,5, and 6 are yellow, green, yellow, blue, black, red coloured respectively, and the sum of the number on the opposite faces is 7, then which of these options could be the cube
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If the base of the cube is red, then in order the adjacent faces to be painted with the different colors, the top must also be red. 4 side faces can be painted in Green-Blue-Green-Blue OR Blue-Green-Blue-Green (2 options).
But we can have the base painted in either of the three colors, thus the total number of ways to paint the cube is 3*2=6.
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